kinetic model

动力学模型
  • 文章类型: Journal Article
    复杂的反馈调节模式塑造了细胞对外部或内部扰动的代谢反应。我们在这里提出了一个框架,该框架由动力学模型的基于采样的代谢控制分析组成,以研究代谢功能中调节相互作用的模式。NADPH体内平衡,例如在氧化应激的背景下,是代谢功能的一个例子,涉及多个反馈规则,这引发了他们一致行动的问题。我们的计算框架使我们能够表征法规的各自和组合效应,区分协同和互补模式的调节串扰。G6PD酶和PGI酶的协同调节是由浓度敏感性和反应弹性之间的一致效应介导的。戊糖磷酸途径的互补调节和较低的糖酵解涉及调节效率的代谢状态依赖性范围。这些协同作用显示显着改善代谢通量反应,以支持NADPH稳态,为工作中的复杂反馈调节模式提供了理论依据。
    Complex feedback regulation patterns shape the cellular metabolic response to external or internal perturbations. We propose here a framework consisting of a sampling-based metabolic control analysis of kinetic models to investigate the modes of regulatory interplay in metabolic functions. NADPH homeostasis, for instance in a context of oxidative stress, is an example of metabolic function that involves multiple feedback regulations which raises the issue of their concerted action. Our computational framework allows us to characterize both respective and combined effects of regulations, distinguishing between synergistic versus complementary modes of regulatory crosstalk. Synergistic regulation of G6PD enzymes and PGI enzymes is mediated by congruent effects between concentration sensitivities and reaction elasticities. Complementary regulation of pentose phosphate pathway and lower glycolysis relates to metabolic state-dependent range of regulation efficiency. These cooperative effects are shown to significantly improve metabolic flux response to support NADPH homeostasis, providing a rationale for the complex feedback regulation pattern at work.
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  • 文章类型: Journal Article
    BACKGROUND: Significant efforts have been made in building large-scale kinetic models of cellular metabolism in the past two decades. However, most kinetic models published to date, remain focused around central carbon pathways or are built around ad hoc reduced models without clear justification on their derivation and usage. Systematic algorithms exist for reducing genome-scale metabolic reconstructions to build thermodynamically feasible and consistently reduced stoichiometric models. However, it is important to study how network complexity affects conclusions derived from large-scale kinetic models built around consistently reduced models before we can apply them to study biological systems.
    RESULTS: We reduced the iJO1366 Escherichia Coli genome-scale metabolic reconstruction systematically to build three stoichiometric models of different size. Since the reduced models are expansions around the core subsystems for which the reduction was performed, the models are nested. We present a method for scaling up the flux profile and the concentration vector reference steady-states from the smallest model to the larger ones, whilst preserving maximum equivalency. Populations of kinetic models, preserving similarity in kinetic parameters, were built around the reference steady-states and their metabolic sensitivity coefficients (MSCs) were computed. The MSCs were sensitive to the model complexity. We proposed a metric for measuring the sensitivity of MSCs to these structural changes.
    CONCLUSIONS: We proposed for the first time a workflow for scaling up the size of kinetic models while preserving equivalency between the kinetic models. Using this workflow, we demonstrate that model complexity in terms of networks size has significant impact on sensitivity characteristics of kinetic models. Therefore, it is essential to account for the effects of network complexity when constructing kinetic models. The presented metric for measuring MSC sensitivity to structural changes can guide modelers and experimentalists in improving model quality and guide synthetic biology and metabolic engineering. Our proposed workflow enables the testing of the suitability of a kinetic model for answering certain study-specific questions. We argue that the model-based metabolic design targets that are common across models of different size are of higher confidence, while those that are different could be the objective of investigations for model improvement.
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  • 文章类型: Journal Article
    通过将动力学信息选择性集成到代谢模型中,计算应变设计预测准确性已成为许多最新工作的重点。总的来说,动力学模型预测质量取决于参数化过程中使用的遗传和/或环境扰动的范围和范围。在这种努力中,我们将k-OptForce程序应用于使用Ensemble建模(EM)方法构建的大肠杆菌核心代谢动力学模型,并使用以葡萄糖为碳源的有氧呼吸下的多个突变菌株数据进行参数化。确定了在有氧和厌氧条件下提高琥珀酸产量的最少干预措施,以测试在遗传和环境扰动下模型预测的保真度。在有氧条件下,k-OptForce确定了与现有实验策略相匹配的干预措施,同时指出了许多未探索的通量重新方向,例如通过甘油酸盐代谢路由乙醛酸盐通量以提高琥珀酸产量。许多已确定的干预措施依赖于动力学描述,而纯粹的化学计量描述是无法发现的。相比之下,在发酵(厌氧)条件下,k-OptForce未能确定关键干预措施,包括上调回补反应和消除竞争性发酵产品。这是由于在厌氧条件下激活的途径没有被适当地参数化,因为在模型构建中仅使用好氧通量数据。这项研究阐明了特定于条件的模型参数化的重要性,并提供了有关如何增强动力学模型以正确响应多种环境扰动的见解。
    Computational strain-design prediction accuracy has been the focus for many recent efforts through the selective integration of kinetic information into metabolic models. In general, kinetic model prediction quality is determined by the range and scope of genetic and/or environmental perturbations used during parameterization. In this effort, we apply the k-OptForce procedure on a kinetic model of E. coli core metabolism constructed using the Ensemble Modeling (EM) method and parameterized using multiple mutant strains data under aerobic respiration with glucose as the carbon source. Minimal interventions are identified that improve succinate yield under both aerobic and anaerobic conditions to test the fidelity of model predictions under both genetic and environmental perturbations. Under aerobic condition, k-OptForce identifies interventions that match existing experimental strategies while pointing at a number of unexplored flux re-directions such as routing glyoxylate flux through the glycerate metabolism to improve succinate yield. Many of the identified interventions rely on the kinetic descriptions that would not be discoverable by a purely stoichiometric description. In contrast, under fermentative (anaerobic) condition, k-OptForce fails to identify key interventions including up-regulation of anaplerotic reactions and elimination of competitive fermentative products. This is due to the fact that the pathways activated under anaerobic condition were not properly parameterized as only aerobic flux data were used in the model construction. This study shed light on the importance of condition-specific model parameterization and provides insight on how to augment kinetic models so as to correctly respond to multiple environmental perturbations.
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